A TIE IS NOT A LOSS Paul Adamiak T02 Aruna Meiyeppen T01

Strategy Check to see if we can win Check to see if opponent can win Check if we can make 4 in a row Check if opponent can make 4 in a row Make next best move root …Possible moves

Strategy Success The strategy didn’t work as well as hoped –Able to always beat a human user, rarely another program Defensive move is determined by a linear search of the board. –Handles a random threat which may not be the most threatening Chosen threat Most threatening

Favourite Move Filling space in between two threats Fill space

CPSC 335 Assignment 5 Leina Leung TUT 01 (Russel Apu) & Katy Lin TUT 02 (Jagoda Walny)

Explain what strategy you used and why. Alpha-Beta Pruning Why we use Alpha beta pruning? To eliminate non- interested branches of the search tree. Move-Ordering for every empty square:  If next move is a win or blocks opponent from winning then add it to the list  Else if the empty square is between 3 squares or adjacent to 3 connected squares of the same type then add it to the list  Else if this empty square makes the largest connected adjacent square of the same type then add it to the list Transposition Table: We used a transposition table to reduce calculation time. Since at any state of the board there are many different move orderings to get to that state we reduce our calculation of those same state by keeping the utility of that state.

Describe how well your strategy worked (use your overall ranking/score to support your claims), and explain why you think it performed the way it did. The strategy that we decided to use performed well on our part. We rank 3 rd in the competition. Mostly the move ordering is how we win and we only search 7 plies. Limitations: Due to the 3 seconds time limit and the inefficiency of our move ordering we were only able to search 7 plies deep. This only allowed us to look 4 moves in advanced and thus does not always makes the best move.

Describe how well your strategy worked (use your overall ranking/score to support your claims), and explain why you think it performed the way it did.

Our Best Move. Animation - FORK

THE END Thank you.

Group member Shan Chen Tutorial number: T01

Game Strategy Search algorithm: Alpha-beta pruning

How my strategy worked Since minimax search is depth-first, so I sort the possible moves by the value of evaluation function, so that nodes of possibly better outcome will be checked before timeout. My evaluation function did not work very well at the beginning, it made lots of mistakes at the first two days. Me vs. Team 4 : 12 : 200 Me vs. Team 10 : 62 : 90

Best move

CPSC 335 – Assignment 5 Tut 01 David Clarke Brady Lill

Algorithm used: Our algorithm that we decided to implement is a “Greedy” algorithm, because it was the simplest and most straight forward algorithm to implement. Our basic goal, in our algorithm was to produce a chain of 5 before the opponent does, and only block when the opponent has a chance to win. (ie: has already got a string >= 3)

We Lose More Than We Win One of the major problems with our algorithm, is that our blocking strategy is only invoked if we believe that we have no chance of winning. If we believe that we can win, we will not block. In effect, we are always being greedy and going for the win. One improvement that we could do to make our blocking strategy more effective, is to build a move tree, that will consist of all possible block moves, that will in tern produce a more effective blocking strategy.

Best Move: Our best move is the Opponent Block, where we attempt to block an opponent who is in a position to win (ie: has already got a chain of >= 3) by placing a block on either side of the chain. Problem, is that it only is able to place a block once. – ……………………………………………… – ……….xxx o ……………………………….. – ………………………….ooo……….……... – ……………………………………………… BLOCK

C-Blocking Vendetta, Defined Patrick Bick, Sarabjot Samra CPSC335 – Data Structures II Winter 2008

The Basics: Not about victory; assure opponent cannot win. Victory is incidental and essentially random

How it Works: Play for the bad side, but use the wrong symbol Plot most advantageous moves for opponent in the area, then steal them!

Why it Works: Every move opponent makes is taken as aggressive The “path to victory” is littered with our “wrong” moves

Funny Things: Works equally good (bad?) against random / greedy Not overly difficult to compute “Greedy” for the wrong reasons Should have done a min-max

? Questions: